PN: 4H56-1-901
CAS: 4106-66-5
Molecule Weight: 183.21
Formula: C12H9NO
PN: 4H30-1-V3
CAS: 58546-89-7
Molecule Weight: 133.15
Formula: C8H7NO
TSCA: Not listed on TSCA inventory
![5-Aminobenzo[b]furan](data:image/png;base64,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)